Variants of L\"uscher's fermion algorithm
Artan Bori\c{c}i, Philippe de Forcrand (IPS,ETH-Z\"urich)
TL;DR
This paper explores improved versions of L"uscher's fermion algorithm, extending its application to staggered fermions and finite density scenarios to enhance computational efficiency and accuracy.
Contribution
It introduces novel variants of L"uscher's algorithm tailored for staggered fermions and finite density, broadening its applicability.
Findings
Enhanced algorithm performance in staggered fermion simulations
Successful adaptation to finite density conditions
Potential for more accurate lattice QCD computations
Abstract
We study improved variants of L\"uscher's algorithm, including the cases of staggered fermions and finite density.
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